In: Statistics and Probability
A statistics class collected data about male and female heights. The sample of 143 females had a mean height of 64 inches with a standard deviation of 2.84 inches. Assuming that the standard deviation of all such female heights is 2.60 inches, use a 0.05 significance level to test the claim that women’s heights have a mean different from 63.8 inches.
We are testing the claim about a (mean, proportion, standard deviation): ______________________
Which test will you use (proportion, z-test, t-test, chi-square test): ____________________________
H0: ____________________________
H1: ____________________________
Test Statistic(s): (3 decimals) _________________________________
P-value: (4 decimals)________________________________________
Critical Value(s): (3 decimals)_________________________________
Reject or fail to reject: _____________________________
Conclusion: _________________________________________________________________ ___________
____________________________________________________________________________ ____________________________________________________________________________
2.
In a USA Today poll of 737 respondents, 678 people said that they do not open unfamiliar email and instant-message links. Use a 0.01 significance level to test the claim that more than 75% of us do not open unfamiliar email and instant-message links.
We are testing the claim about a (mean, proportion, standard deviation): ______________________
Which test will you use (proportion, z-test, t-test, chi-square test): ____________________________
H0: ____________________________
H1: ____________________________
Test Statistic(s): (3 decimals)_________________________________
P-value: (4 decimals)________________________________________
Critical Value(s): (3 decimals)_________________________________
Reject or fail to reject: _____________________________